BHUBANESWAR - 751029, INDIA

1)       Numerical Analysis

2)       Complex Analysis

3)       Statistics

4)       Discrete Mathematics

5)       Advanced Differential Equation

6)       Advanced Numerical Analysis

7)       Probability

Numerical Analysis

One continuing

University Gold Medal in post-graduation

1.A Numerical Quadrature of Function of more than one real variable Facta Universitatis(NIS)ser.math.Inform.,Yugoslavia,

1996,11(113 -118).

2.A mixed Quadrature rule for approximate evaluation of real definite integrals , Int. J. math. educ.sci. Technol. UK., 1996,27(2)(279 -283)

3. Numerical Quadrature of Function of more than one real variable , Jr. of mathematical and physical sciences, INDIA, 1996,30(6)(299 – 306)

4. A mixed Quadrature rule for numerical integration of analytic functions, Bulletin of Calcutta Math. society, INDIA, 1997,89(37 -42)

5. A modification of Simpson’s  1/3^rd  rule, Int. J. math. educ.sci. Technol. UK, 1998,90(119 – 128)

6. Two parameters Quadrature rules for approximate evaluation on analytic functions of one complex variable, Bulletin  of Calcutta Math. society, INDIA, 1998,90(119 – 128)

7. Numerical Quadrature of analytic functions, Int. J. math. educ.sci. Technol. UK, 1998,29(4)(569 – 574)

8. A note on error term on Simpson’s 1/3^rd  rule, Int. J. math. educ.sci. Technol. UK, 2000,31(2)(269 – 271)

9. Minimum spanning tree in fuzzy weighted rough graph, International jr. of Engineering research and development, Nov 2014,Volume-10,Issue 11  (16 – 19)

10. Some mixed Quadrature rules for approximate evaluation of real Cauchy principal value integrals, International journal of Engineering research and Development, Nov 2014,Volume-10,Issue 11  (16 – 19)

11. Some fully symmetric quadrature rules for approximation of complex line integral, British Journal of Applied Science and Technology, 2015,6(3) (310 – 315)

12. Some Fully Symmetric Quadrature Rules for Numerical Integration of Complex Cauchy Principal

Value Integral, International Journal of Research and Scientific Innovation, 2017,4(5) (18-23)

13. A Low Precision Quadrature Rule for Approximate Evaluation of Complex Cauchy Principal Value Integrals, IOSR Journal of Mathematics, 2018,14(3) (21-25)

14. A Note On Numerical Integration of Complex Cauchy Principal Value Integral, LINO, Volume-11,issue-01-2021-S.No.1

15. A comparative study ofantigaussianwithgaussian mixed rules over real definite integrals and its application, Pensee, VOLUME 50

(1603 -1614) ISSUE 12 2020